The main topics will be the spectral analysis of hybrid manifolds and of quantum graphs with a particular attention to periodic systems, asymptotic properties of thin structures (tube-like and layer-like domains), their applications in the condensed matter physics, as well as related topics of analysis and operator theory.
| Hotel |
Name |
Tentative talk |
| Riccardo Adami (Roma) |
||
| Andrei Badanin (St Petersburg) | Spectral asymptotics for the fourth order perodic operator on the real line |
|
| B |
Vladimir Belov (Moscow) |
Integrable models for longitudinal dynamics of electron in 3D-nanotubes |
| Jochen Brüning (Berlin) | ||
| Denis Bulaev (Basel) | ||
| Dmitri Chelkak (St Petersburg) |
Inverse problem for harmonic oscillator perturbed by potential on the half-line |
|
| B |
Leonid Chernozatonski (Moscow) | Carbin-fullerene structures: geometry and electronic properties |
| B |
Fabrizio Cleri (Roma) | Arrays of quantum-dot cellular automata from carbon nanotubes |
| B |
Valeri Demidov (Saransk) | T3 lattice in magnetic field as a quantum graph |
| B |
Sergey Dobrokhotov (Moscow) | Generalized adiabatic principle for longitudinal motion of electrons in nanostructures |
| Vladimir Geyler (Saransk) | ||
| B |
Valeri Grikurov (St Petersburg) | Computation of scattering and trapped properties of open waveguide structures |
| Evgeni Korotyaev (Berlin) |
||
| B |
Vladimir Mikhailets (Kyiv) | Spectral problems and classes of periodic distributions |
| Hagen Neidhardt (Berlin) | Dissipative Schrödinger-Poisson systems and uniqueness |
|
| Konstantin Pankrashkin (Berlin) |
||
| Olaf Post (Aachen) |
Smooth approximations of quantum graphs and spectral convergence |
|
| B |
Benjamin Ricaud (Marseille) | Two and three quantum particles in a one dimensional nanostructure |
| Svetlana Roganova (Berlin) | ||
| B |
Evgeni Semenov (Moscow) | |
| Axel Schulze-Halberg (Zürich) |
Exactly-solvable models of free particles on tori and tubular arcs |
|
| B |
Lucattilio Tenuta (Trieste) | Quantum graphs as holonomic constraints: an adiabatic approach |
| B |
Andrei Trifonov (Tomsk) | |
| B |
Timur Tudorovski (Moscow) | Motion of a particle in a nanotube in the case of degenerated terms |
Scientific committee: Jochen Brüning (Berlin), Leonid Chernozatonski (Moscow), Sergey Dobrokhotov (Moscow), Vladimir Geyler (Saransk)
Contact the local organizers if you would like to participate in the workshop and/or give a talk.
Local organizers: Jochen Brüning and Konstantin Pankrashkin
Contact:
Institute of Mathematics
Humboldt-University
Rudower Chaussee 25
12489 Berlin Germany
E-mail: const@mathematik.hu-berlin.de
Homepage: http://www.mathematik.hu-berlin.de/~const/mmn/